{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# PyGrunn - `vaex` - Machine Learning example: creating the model pipeline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:19.938629Z",
     "start_time": "2019-05-13T09:45:18.281956Z"
    }
   },
   "outputs": [],
   "source": [
    "import vaex\n",
    "import vaex.ml\n",
    "\n",
    "import numpy\n",
    "import pylab as p\n",
    "import pylab as np"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Read in the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:19.993597Z",
     "start_time": "2019-05-13T09:45:19.940199Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "This dataset has 5000000 samples.\n"
     ]
    }
   ],
   "source": [
    "# Read the data\n",
    "df = vaex.open('./data/yellow_taxi_2013_mini.hdf5')\n",
    "print('This dataset has %i samples.' % len(df))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Train / test split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:20.061899Z",
     "start_time": "2019-05-13T09:45:19.995390Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training set\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>#                            </th><th>vendor_id  </th><th>pickup_datetime              </th><th>dropoff_datetime             </th><th style=\"text-align: right;\">  passenger_count</th><th style=\"text-align: right;\">  trip_distance</th><th style=\"text-align: right;\">  pickup_longitude</th><th style=\"text-align: right;\">  pickup_latitude</th><th style=\"text-align: right;\">  rate_code</th><th style=\"text-align: right;\">  store_and_fwd_flag</th><th style=\"text-align: right;\">  dropoff_longitude</th><th style=\"text-align: right;\">  dropoff_latitude</th><th>payment_type  </th><th style=\"text-align: right;\">  fare_amount</th><th style=\"text-align: right;\">  surcharge</th><th style=\"text-align: right;\">  mta_tax</th><th style=\"text-align: right;\">  tip_amount</th><th style=\"text-align: right;\">  tolls_amount</th><th style=\"text-align: right;\">  total_amount</th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td><i style='opacity: 0.6'>0</i></td><td>VTS        </td><td>2013-01-01 12:26:00.000000000</td><td>2013-01-01 12:38:00.000000000</td><td style=\"text-align: right;\">                6</td><td style=\"text-align: right;\">           0.1 </td><td style=\"text-align: right;\">          -73.9413</td><td style=\"text-align: right;\">          40.6846</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9415</td><td style=\"text-align: right;\">           40.685 </td><td>CSH           </td><td style=\"text-align: right;\">          8  </td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           8.5</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>1</i></td><td>VTS        </td><td>2013-01-01 12:26:00.000000000</td><td>2013-01-01 12:37:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           2.49</td><td style=\"text-align: right;\">          -73.9717</td><td style=\"text-align: right;\">          40.7463</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9785</td><td style=\"text-align: right;\">           40.7764</td><td>CRD           </td><td style=\"text-align: right;\">         10.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         2.1</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">          13.1</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>2</i></td><td>VTS        </td><td>2013-01-01 12:31:00.000000000</td><td>2013-01-01 12:36:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           0.92</td><td style=\"text-align: right;\">          -73.9809</td><td style=\"text-align: right;\">          40.7643</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9683</td><td style=\"text-align: right;\">           40.7625</td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           6  </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "  #  vendor_id    pickup_datetime                dropoff_datetime                 passenger_count    trip_distance    pickup_longitude    pickup_latitude    rate_code    store_and_fwd_flag    dropoff_longitude    dropoff_latitude  payment_type      fare_amount    surcharge    mta_tax    tip_amount    tolls_amount    total_amount\n",
       "  0  VTS          2013-01-01 12:26:00.000000000  2013-01-01 12:38:00.000000000                  6             0.1             -73.9413            40.6846            1                   nan             -73.9415             40.685   CSH                       8              0        0.5           0                 0             8.5\n",
       "  1  VTS          2013-01-01 12:26:00.000000000  2013-01-01 12:37:00.000000000                  1             2.49            -73.9717            40.7463            1                   nan             -73.9785             40.7764  CRD                      10.5            0        0.5           2.1               0            13.1\n",
       "  2  VTS          2013-01-01 12:31:00.000000000  2013-01-01 12:36:00.000000000                  1             0.92            -73.9809            40.7643            1                   nan             -73.9683             40.7625  CSH                       5.5            0        0.5           0                 0             6"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Test set\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>#                            </th><th>vendor_id  </th><th>pickup_datetime              </th><th>dropoff_datetime             </th><th style=\"text-align: right;\">  passenger_count</th><th style=\"text-align: right;\">  trip_distance</th><th style=\"text-align: right;\">  pickup_longitude</th><th style=\"text-align: right;\">  pickup_latitude</th><th style=\"text-align: right;\">  rate_code</th><th style=\"text-align: right;\">  store_and_fwd_flag</th><th style=\"text-align: right;\">  dropoff_longitude</th><th style=\"text-align: right;\">  dropoff_latitude</th><th>payment_type  </th><th style=\"text-align: right;\">  fare_amount</th><th style=\"text-align: right;\">  surcharge</th><th style=\"text-align: right;\">  mta_tax</th><th style=\"text-align: right;\">  tip_amount</th><th style=\"text-align: right;\">  tolls_amount</th><th style=\"text-align: right;\">  total_amount</th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td><i style='opacity: 0.6'>0</i></td><td>CMT        </td><td>2013-01-01 15:11:48.000000000</td><td>2013-01-01 15:18:10.000000000</td><td style=\"text-align: right;\">                4</td><td style=\"text-align: right;\">            1  </td><td style=\"text-align: right;\">          -73.9782</td><td style=\"text-align: right;\">          40.758 </td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                   0</td><td style=\"text-align: right;\">           -73.9898</td><td style=\"text-align: right;\">           40.7512</td><td>CSH           </td><td style=\"text-align: right;\">          6.5</td><td style=\"text-align: right;\">        0  </td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">           0</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">             7</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>1</i></td><td>CMT        </td><td>2013-01-06 00:18:35.000000000</td><td>2013-01-06 00:22:54.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">            1.5</td><td style=\"text-align: right;\">          -74.0067</td><td style=\"text-align: right;\">          40.7318</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                   0</td><td style=\"text-align: right;\">           -73.9945</td><td style=\"text-align: right;\">           40.7507</td><td>CSH           </td><td style=\"text-align: right;\">          6  </td><td style=\"text-align: right;\">        0.5</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">           0</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">             7</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>2</i></td><td>CMT        </td><td>2013-01-05 18:49:41.000000000</td><td>2013-01-05 18:54:23.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">            1.1</td><td style=\"text-align: right;\">          -74.0047</td><td style=\"text-align: right;\">          40.7378</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                   0</td><td style=\"text-align: right;\">           -74.0098</td><td style=\"text-align: right;\">           40.726 </td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">        1  </td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">           0</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">             7</td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "  #  vendor_id    pickup_datetime                dropoff_datetime                 passenger_count    trip_distance    pickup_longitude    pickup_latitude    rate_code    store_and_fwd_flag    dropoff_longitude    dropoff_latitude  payment_type      fare_amount    surcharge    mta_tax    tip_amount    tolls_amount    total_amount\n",
       "  0  CMT          2013-01-01 15:11:48.000000000  2013-01-01 15:18:10.000000000                  4              1              -73.9782            40.758             1                     0             -73.9898             40.7512  CSH                       6.5          0          0.5             0               0               7\n",
       "  1  CMT          2013-01-06 00:18:35.000000000  2013-01-06 00:22:54.000000000                  1              1.5            -74.0067            40.7318            1                     0             -73.9945             40.7507  CSH                       6            0.5        0.5             0               0               7\n",
       "  2  CMT          2013-01-05 18:49:41.000000000  2013-01-05 18:54:23.000000000                  1              1.1            -74.0047            40.7378            1                     0             -74.0098             40.726   CSH                       5.5          1          0.5             0               0               7"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Split the data into train test split\n",
    "train, test = df.ml.train_test_split(verbose=False)\n",
    "\n",
    "print('Training set')\n",
    "display(train.head(3))\n",
    "print('Test set')\n",
    "display(test.head(3))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Save the test set for later use"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:21.334146Z",
     "start_time": "2019-05-13T09:45:20.064097Z"
    }
   },
   "outputs": [],
   "source": [
    "test.export_arrow('./data/test_set.arrow')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Let's build a pipeline!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.231613Z",
     "start_time": "2019-05-13T09:45:21.335476Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>vendor_id</th>\n",
       "      <th>pickup_datetime</th>\n",
       "      <th>dropoff_datetime</th>\n",
       "      <th>passenger_count</th>\n",
       "      <th>trip_distance</th>\n",
       "      <th>pickup_longitude</th>\n",
       "      <th>pickup_latitude</th>\n",
       "      <th>rate_code</th>\n",
       "      <th>store_and_fwd_flag</th>\n",
       "      <th>dropoff_longitude</th>\n",
       "      <th>dropoff_latitude</th>\n",
       "      <th>payment_type</th>\n",
       "      <th>fare_amount</th>\n",
       "      <th>surcharge</th>\n",
       "      <th>mta_tax</th>\n",
       "      <th>tip_amount</th>\n",
       "      <th>tolls_amount</th>\n",
       "      <th>total_amount</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>dtype</th>\n",
       "      <td>str</td>\n",
       "      <td>datetime64[ns]</td>\n",
       "      <td>datetime64[ns]</td>\n",
       "      <td>int64</td>\n",
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       "      <td>float64</td>\n",
       "      <td>float64</td>\n",
       "      <td>float64</td>\n",
       "      <td>float64</td>\n",
       "      <td>float64</td>\n",
       "      <td>float64</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>2563581</td>\n",
       "      <td>3999962</td>\n",
       "      <td>3999962</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "      <td>4000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>missing</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1436419</td>\n",
       "      <td>38</td>\n",
       "      <td>38</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>--</td>\n",
       "      <td>1970-01-01T00:09:00.349444049</td>\n",
       "      <td>1970-01-01T00:20:37.415402549</td>\n",
       "      <td>1</td>\n",
       "      <td>2.958016705000041</td>\n",
       "      <td>-72.64137000953588</td>\n",
       "      <td>40.014031298022054</td>\n",
       "      <td>1.04123125</td>\n",
       "      <td>0.017200938842970047</td>\n",
       "      <td>-72.62597349457002</td>\n",
       "      <td>40.007532765198626</td>\n",
       "      <td>--</td>\n",
       "      <td>12.190607450000012</td>\n",
       "      <td>0.31715185749999997</td>\n",
       "      <td>0.497693625</td>\n",
       "      <td>1.881193305001449</td>\n",
       "      <td>0.2352681699998299</td>\n",
       "      <td>15.121914407494007</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>--</td>\n",
       "      <td>5.19899e+14</td>\n",
       "      <td>5.19925e+14</td>\n",
       "      <td>1.2146</td>\n",
       "      <td>3.44064</td>\n",
       "      <td>9.93951</td>\n",
       "      <td>7.30636</td>\n",
       "      <td>0.356967</td>\n",
       "      <td>0.130019</td>\n",
       "      <td>10.119</td>\n",
       "      <td>6.67216</td>\n",
       "      <td>--</td>\n",
       "      <td>10.1593</td>\n",
       "      <td>0.36354</td>\n",
       "      <td>0.0338802</td>\n",
       "      <td>2.24656</td>\n",
       "      <td>1.11785</td>\n",
       "      <td>12.373</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>--</td>\n",
       "      <td>2013-01-01T00:00:21.864513536</td>\n",
       "      <td>2013-01-01T00:02:39.303467008</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>-2134.65</td>\n",
       "      <td>-3447.92</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>-2331.83</td>\n",
       "      <td>-3117.57</td>\n",
       "      <td>--</td>\n",
       "      <td>2.5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>--</td>\n",
       "      <td>2013-01-27T15:21:52.018309120</td>\n",
       "      <td>2013-01-27T15:33:19.213076480</td>\n",
       "      <td>208</td>\n",
       "      <td>100</td>\n",
       "      <td>11.0479</td>\n",
       "      <td>3124.2</td>\n",
       "      <td>210</td>\n",
       "      <td>1</td>\n",
       "      <td>111.494</td>\n",
       "      <td>1651.55</td>\n",
       "      <td>--</td>\n",
       "      <td>500</td>\n",
       "      <td>12.5</td>\n",
       "      <td>0.5</td>\n",
       "      <td>153.35</td>\n",
       "      <td>20</td>\n",
       "      <td>650</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        vendor_id                pickup_datetime  \\\n",
       "dtype         str                 datetime64[ns]   \n",
       "count     4000000                        4000000   \n",
       "missing         0                              0   \n",
       "mean           --  1970-01-01T00:09:00.349444049   \n",
       "std            --                    5.19899e+14   \n",
       "min            --  2013-01-01T00:00:21.864513536   \n",
       "max            --  2013-01-27T15:21:52.018309120   \n",
       "\n",
       "                      dropoff_datetime passenger_count      trip_distance  \\\n",
       "dtype                   datetime64[ns]           int64            float64   \n",
       "count                          4000000         4000000            4000000   \n",
       "missing                              0               0                  0   \n",
       "mean     1970-01-01T00:20:37.415402549               1  2.958016705000041   \n",
       "std                        5.19925e+14          1.2146            3.44064   \n",
       "min      2013-01-01T00:02:39.303467008               0                  0   \n",
       "max      2013-01-27T15:33:19.213076480             208                100   \n",
       "\n",
       "           pickup_longitude     pickup_latitude   rate_code  \\\n",
       "dtype               float64             float64     float64   \n",
       "count               4000000             4000000     4000000   \n",
       "missing                   0                   0           0   \n",
       "mean     -72.64137000953588  40.014031298022054  1.04123125   \n",
       "std                 9.93951             7.30636    0.356967   \n",
       "min                -2134.65            -3447.92           0   \n",
       "max                 11.0479              3124.2         210   \n",
       "\n",
       "           store_and_fwd_flag   dropoff_longitude    dropoff_latitude  \\\n",
       "dtype                 float64             float64             float64   \n",
       "count                 2563581             3999962             3999962   \n",
       "missing               1436419                  38                  38   \n",
       "mean     0.017200938842970047  -72.62597349457002  40.007532765198626   \n",
       "std                  0.130019              10.119             6.67216   \n",
       "min                         0            -2331.83            -3117.57   \n",
       "max                         1             111.494             1651.55   \n",
       "\n",
       "        payment_type         fare_amount            surcharge      mta_tax  \\\n",
       "dtype            str             float64              float64      float64   \n",
       "count        4000000             4000000              4000000      4000000   \n",
       "missing            0                   0                    0            0   \n",
       "mean              --  12.190607450000012  0.31715185749999997  0.497693625   \n",
       "std               --             10.1593              0.36354    0.0338802   \n",
       "min               --                 2.5                    0            0   \n",
       "max               --                 500                 12.5          0.5   \n",
       "\n",
       "                tip_amount        tolls_amount        total_amount  \n",
       "dtype              float64             float64             float64  \n",
       "count              4000000             4000000             4000000  \n",
       "missing                  0                   0                   0  \n",
       "mean     1.881193305001449  0.2352681699998299  15.121914407494007  \n",
       "std                2.24656             1.11785              12.373  \n",
       "min                      0                   0                 2.5  \n",
       "max                 153.35                  20                 650  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Filter/clean the dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.243484Z",
     "start_time": "2019-05-13T09:45:22.232842Z"
    }
   },
   "outputs": [],
   "source": [
    "# dropna\n",
    "train = train.dropna(column_names=['dropoff_latitude', 'dropoff_longitude'])\n",
    "\n",
    "# sensible number of passengers\n",
    "train = train[train.passenger_count < 5]\n",
    "\n",
    "# sensible distance\n",
    "train = train[(train.trip_distance > 0) & (train.trip_distance < 10) ]\n",
    "\n",
    "# define the NYC area of interest\n",
    "long_min = -74.05\n",
    "long_max = -73.75\n",
    "lat_min = 40.58\n",
    "lat_max = 40.90\n",
    "\n",
    "train = train[(train.pickup_longitude > long_min)  & (train.pickup_longitude < long_max) & \\\n",
    "              (train.pickup_latitude > lat_min)    & (train.pickup_latitude < lat_max) & \\\n",
    "              (train.dropoff_longitude > long_min) & (train.dropoff_longitude < long_max) & \\\n",
    "              (train.dropoff_latitude > lat_min)   & (train.dropoff_latitude < lat_max)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.306326Z",
     "start_time": "2019-05-13T09:45:22.244733Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<string>:1: RuntimeWarning: invalid value encountered in greater\n",
      "<string>:1: RuntimeWarning: invalid value encountered in less\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "1.0      3437700\n",
       "2.0         4363\n",
       "5.0         4270\n",
       "4.0         4237\n",
       "3.0          148\n",
       "0.0           80\n",
       "6.0           41\n",
       "210.0          3\n",
       "dtype: int64"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Investigate rate_code\n",
    "display(train.rate_code.value_counts())\n",
    "\n",
    "# Filter out Spurious rate_code\n",
    "train = train[train.rate_code<=6]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create the target label"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.312478Z",
     "start_time": "2019-05-13T09:45:22.309040Z"
    }
   },
   "outputs": [],
   "source": [
    "# Time in transit (minutes)\n",
    "train['trip_duration_min'] = (train.dropoff_datetime - train.pickup_datetime) / np.timedelta64(1, 'm')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Clean the target label"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.320824Z",
     "start_time": "2019-05-13T09:45:22.315044Z"
    }
   },
   "outputs": [],
   "source": [
    "# Filter, keep durations that are within 5 hours\n",
    "train = train[(train.trip_duration_min>0) & (train.trip_duration_min<180)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create time-date features"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.327102Z",
     "start_time": "2019-05-13T09:45:22.322505Z"
    }
   },
   "outputs": [],
   "source": [
    "# hour of pickup\n",
    "train['pu_hour'] = train.pickup_datetime.dt.hour\n",
    "# day of pickup\n",
    "train['pu_day_of_week'] = train.pickup_datetime.dt.dayofweek\n",
    "# flag if it is a weekend or a weekday\n",
    "train['pu_is_weekend'] = (train.pu_day_of_week>=5).astype('int')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Create advanced features"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.338860Z",
     "start_time": "2019-05-13T09:45:22.328980Z"
    }
   },
   "outputs": [],
   "source": [
    "# arc-distance in miles\n",
    "def arc_distance(theta_1, phi_1, theta_2, phi_2):\n",
    "    temp = (np.sin((theta_2-theta_1)/2*np.pi/180)**2\n",
    "           + np.cos(theta_1*np.pi/180)*np.cos(theta_2*np.pi/180) * np.sin((phi_2-phi_1)/2*np.pi/180)**2)\n",
    "    distance = 2 * np.arctan2(np.sqrt(temp), np.sqrt(1-temp))\n",
    "    return distance * 3958.8\n",
    "\n",
    "# Add the arc-distance in miles as a virtual column\n",
    "train['arc_distance_miles'] = arc_distance(train.pickup_longitude, train.pickup_latitude, \n",
    "                                           train.dropoff_longitude, train.dropoff_latitude)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.345833Z",
     "start_time": "2019-05-13T09:45:22.340870Z"
    }
   },
   "outputs": [],
   "source": [
    "# direction of travel in degrees\n",
    "def direction_angle(theta_1, phi_1, theta_2, phi_2):\n",
    "    dtheta = theta_2 - theta_1\n",
    "    dphi = phi_2 - phi_1\n",
    "    radians = np.arctan2(dtheta, dphi)\n",
    "    return np.rad2deg(radians)\n",
    "\n",
    "# The direction of travel\n",
    "train['direction_angle'] = direction_angle(train.pickup_longitude, train.pickup_latitude, \n",
    "                                           train.dropoff_longitude, train.dropoff_latitude)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.415051Z",
     "start_time": "2019-05-13T09:45:22.347391Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>#                            </th><th>vendor_id  </th><th>pickup_datetime              </th><th>dropoff_datetime             </th><th style=\"text-align: right;\">  passenger_count</th><th style=\"text-align: right;\">  trip_distance</th><th style=\"text-align: right;\">  pickup_longitude</th><th style=\"text-align: right;\">  pickup_latitude</th><th style=\"text-align: right;\">  rate_code</th><th style=\"text-align: right;\">  store_and_fwd_flag</th><th style=\"text-align: right;\">  dropoff_longitude</th><th style=\"text-align: right;\">  dropoff_latitude</th><th>payment_type  </th><th style=\"text-align: right;\">  fare_amount</th><th style=\"text-align: right;\">  surcharge</th><th style=\"text-align: right;\">  mta_tax</th><th style=\"text-align: right;\">  tip_amount</th><th style=\"text-align: right;\">  tolls_amount</th><th style=\"text-align: right;\">  total_amount</th><th style=\"text-align: right;\">  trip_duration_min</th><th style=\"text-align: right;\">  pu_hour</th><th style=\"text-align: right;\">  pu_day_of_week</th><th style=\"text-align: right;\">  pu_is_weekend</th><th style=\"text-align: right;\">  arc_distance_miles</th><th style=\"text-align: right;\">  direction_angle</th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td><i style='opacity: 0.6'>0</i></td><td>VTS        </td><td>2013-01-01 12:26:00.000000000</td><td>2013-01-01 12:37:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           2.49</td><td style=\"text-align: right;\">          -73.9717</td><td style=\"text-align: right;\">          40.7463</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9785</td><td style=\"text-align: right;\">           40.7764</td><td>CRD           </td><td style=\"text-align: right;\">         10.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         2.1</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">          13.1</td><td style=\"text-align: right;\">                 11</td><td style=\"text-align: right;\">       12</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.742002</td><td style=\"text-align: right;\">         -12.7022</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>1</i></td><td>VTS        </td><td>2013-01-01 12:31:00.000000000</td><td>2013-01-01 12:36:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           0.92</td><td style=\"text-align: right;\">          -73.9809</td><td style=\"text-align: right;\">          40.7643</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9683</td><td style=\"text-align: right;\">           40.7625</td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           6  </td><td style=\"text-align: right;\">                  5</td><td style=\"text-align: right;\">       12</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.869533</td><td style=\"text-align: right;\">          98.1237</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>2</i></td><td>VTS        </td><td>2013-01-01 11:39:00.000000000</td><td>2013-01-01 11:44:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           1.88</td><td style=\"text-align: right;\">          -73.9834</td><td style=\"text-align: right;\">          40.747 </td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9667</td><td style=\"text-align: right;\">           40.77  </td><td>CSH           </td><td style=\"text-align: right;\">          7.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           8  </td><td style=\"text-align: right;\">                  5</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            1.23482 </td><td style=\"text-align: right;\">          36.022 </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3</i></td><td>VTS        </td><td>2013-01-01 11:15:00.000000000</td><td>2013-01-01 11:27:00.000000000</td><td style=\"text-align: right;\">                4</td><td style=\"text-align: right;\">           2.79</td><td style=\"text-align: right;\">          -73.9769</td><td style=\"text-align: right;\">          40.7542</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9913</td><td style=\"text-align: right;\">           40.7504</td><td>CSH           </td><td style=\"text-align: right;\">         11.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">          12  </td><td style=\"text-align: right;\">                 12</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.999748</td><td style=\"text-align: right;\">        -104.629 </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>4</i></td><td>VTS        </td><td>2013-01-01 11:26:00.000000000</td><td>2013-01-01 11:30:00.000000000</td><td style=\"text-align: right;\">                3</td><td style=\"text-align: right;\">           0.86</td><td style=\"text-align: right;\">          -73.9534</td><td style=\"text-align: right;\">          40.7796</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9563</td><td style=\"text-align: right;\">           40.7724</td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           6  </td><td style=\"text-align: right;\">                  4</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.245737</td><td style=\"text-align: right;\">        -157.837 </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "  #  vendor_id    pickup_datetime                dropoff_datetime                 passenger_count    trip_distance    pickup_longitude    pickup_latitude    rate_code    store_and_fwd_flag    dropoff_longitude    dropoff_latitude  payment_type      fare_amount    surcharge    mta_tax    tip_amount    tolls_amount    total_amount    trip_duration_min    pu_hour    pu_day_of_week    pu_is_weekend    arc_distance_miles    direction_angle\n",
       "  0  VTS          2013-01-01 12:26:00.000000000  2013-01-01 12:37:00.000000000                  1             2.49            -73.9717            40.7463            1                   nan             -73.9785             40.7764  CRD                      10.5            0        0.5           2.1               0            13.1                   11         12                 1                0              0.742002           -12.7022\n",
       "  1  VTS          2013-01-01 12:31:00.000000000  2013-01-01 12:36:00.000000000                  1             0.92            -73.9809            40.7643            1                   nan             -73.9683             40.7625  CSH                       5.5            0        0.5           0                 0             6                      5         12                 1                0              0.869533            98.1237\n",
       "  2  VTS          2013-01-01 11:39:00.000000000  2013-01-01 11:44:00.000000000                  1             1.88            -73.9834            40.747             1                   nan             -73.9667             40.77    CSH                       7.5            0        0.5           0                 0             8                      5         11                 1                0              1.23482             36.022\n",
       "  3  VTS          2013-01-01 11:15:00.000000000  2013-01-01 11:27:00.000000000                  4             2.79            -73.9769            40.7542            1                   nan             -73.9913             40.7504  CSH                      11.5            0        0.5           0                 0            12                     12         11                 1                0              0.999748          -104.629\n",
       "  4  VTS          2013-01-01 11:26:00.000000000  2013-01-01 11:30:00.000000000                  3             0.86            -73.9534            40.7796            1                   nan             -73.9563             40.7724  CSH                       5.5            0        0.5           0                 0             6                      4         11                 1                0              0.245737          -157.837"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "train.head(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Encoding of the features"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:22.554261Z",
     "start_time": "2019-05-13T09:45:22.416618Z"
    }
   },
   "outputs": [],
   "source": [
    "# PCA of the pickup and dropoff coordinates - helps to 'straighten out' the coordinates\n",
    "\n",
    "# pickup transformations\n",
    "pca_pu = vaex.ml.PCA(features=['pickup_longitude', 'pickup_latitude'], \n",
    "                     n_components=2)\n",
    "train = pca_pu.fit_transform(train)\n",
    "\n",
    "# dropoff transformations\n",
    "pca_do = vaex.ml.PCA(features=['dropoff_longitude', 'dropoff_latitude'], \n",
    "                     n_components=2)\n",
    "train = pca_do.fit_transform(train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:23.866528Z",
     "start_time": "2019-05-13T09:45:22.555486Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "p.figure(figsize=(14, 10))\n",
    "\n",
    "p.subplot(221)\n",
    "p.title('pickup - original')\n",
    "train.plot(train.pickup_longitude, train.pickup_latitude,\n",
    "           colormap='plasma', f='log1p', shape=256, colorbar=False)\n",
    "\n",
    "p.subplot(222)\n",
    "p.title('pickup - PCA transformed')\n",
    "train.plot(train.PCA_0, train.PCA_1,\n",
    "           colormap='plasma', f='log1p', shape=256, colorbar=False)\n",
    "\n",
    "p.subplot(223)\n",
    "p.title('dropoff - original')\n",
    "train.plot(train.dropoff_longitude, train.dropoff_latitude,\n",
    "           colormap='plasma', f='log1p', shape=256, colorbar=False)\n",
    "\n",
    "p.subplot(224)\n",
    "p.title('dropoff - PCA transformed')\n",
    "train.plot(train.PCA_2, train.PCA_3,\n",
    "           colormap='plasma', f='log1p', shape=256, colorbar=False)\n",
    "\n",
    "\n",
    "\n",
    "p.tight_layout()\n",
    "p.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:29.780784Z",
     "start_time": "2019-05-13T09:45:23.867846Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CMT    2378870\n",
       "VTS    1071035\n",
       "dtype: int64"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# inspect the vendor_id column\n",
    "display(train.vendor_id.value_counts())\n",
    "\n",
    "# Label encode vendor (support for one-hot, frequency-encoder)\n",
    "le = vaex.ml.LabelEncoder(features=['vendor_id'])\n",
    "train = le.fit_transform(train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:29.811907Z",
     "start_time": "2019-05-13T09:45:29.782220Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>#                            </th><th>vendor_id  </th><th>pickup_datetime              </th><th>dropoff_datetime             </th><th style=\"text-align: right;\">  passenger_count</th><th style=\"text-align: right;\">  trip_distance</th><th style=\"text-align: right;\">  pickup_longitude</th><th style=\"text-align: right;\">  pickup_latitude</th><th style=\"text-align: right;\">  rate_code</th><th style=\"text-align: right;\">  store_and_fwd_flag</th><th style=\"text-align: right;\">  dropoff_longitude</th><th style=\"text-align: right;\">  dropoff_latitude</th><th>payment_type  </th><th style=\"text-align: right;\">  fare_amount</th><th style=\"text-align: right;\">  surcharge</th><th style=\"text-align: right;\">  mta_tax</th><th style=\"text-align: right;\">  tip_amount</th><th style=\"text-align: right;\">  tolls_amount</th><th style=\"text-align: right;\">  total_amount</th><th style=\"text-align: right;\">  trip_duration_min</th><th style=\"text-align: right;\">  pu_hour</th><th style=\"text-align: right;\">  pu_day_of_week</th><th style=\"text-align: right;\">  pu_is_weekend</th><th style=\"text-align: right;\">  arc_distance_miles</th><th style=\"text-align: right;\">  direction_angle</th><th style=\"text-align: right;\">      PCA_0</th><th style=\"text-align: right;\">       PCA_1</th><th style=\"text-align: right;\">     PCA_2</th><th style=\"text-align: right;\">      PCA_3</th><th style=\"text-align: right;\">  label_encoded_vendor_id</th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td><i style='opacity: 0.6'>0</i></td><td>VTS        </td><td>2013-01-01 12:26:00.000000000</td><td>2013-01-01 12:37:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           2.49</td><td style=\"text-align: right;\">          -73.9717</td><td style=\"text-align: right;\">          40.7463</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9785</td><td style=\"text-align: right;\">           40.7764</td><td>CRD           </td><td style=\"text-align: right;\">         10.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         2.1</td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">          13.1</td><td style=\"text-align: right;\">                 11</td><td style=\"text-align: right;\">       12</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.742002</td><td style=\"text-align: right;\">         -12.7022</td><td style=\"text-align: right;\"> 0.00168645</td><td style=\"text-align: right;\">-0.00933723 </td><td style=\"text-align: right;\"> 0.0196324</td><td style=\"text-align: right;\"> 0.0151142 </td><td style=\"text-align: right;\">                        1</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>1</i></td><td>VTS        </td><td>2013-01-01 12:31:00.000000000</td><td>2013-01-01 12:36:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           0.92</td><td style=\"text-align: right;\">          -73.9809</td><td style=\"text-align: right;\">          40.7643</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9683</td><td style=\"text-align: right;\">           40.7625</td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           6  </td><td style=\"text-align: right;\">                  5</td><td style=\"text-align: right;\">       12</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.869533</td><td style=\"text-align: right;\">          98.1237</td><td style=\"text-align: right;\"> 0.00821217</td><td style=\"text-align: right;\"> 0.00983361 </td><td style=\"text-align: right;\"> 0.0145178</td><td style=\"text-align: right;\">-0.00132677</td><td style=\"text-align: right;\">                        1</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>2</i></td><td>VTS        </td><td>2013-01-01 11:39:00.000000000</td><td>2013-01-01 11:44:00.000000000</td><td style=\"text-align: right;\">                1</td><td style=\"text-align: right;\">           1.88</td><td style=\"text-align: right;\">          -73.9834</td><td style=\"text-align: right;\">          40.747 </td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9667</td><td style=\"text-align: right;\">           40.77  </td><td>CSH           </td><td style=\"text-align: right;\">          7.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           8  </td><td style=\"text-align: right;\">                  5</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            1.23482 </td><td style=\"text-align: right;\">          36.022 </td><td style=\"text-align: right;\">-0.00595342</td><td style=\"text-align: right;\">-0.000428052</td><td style=\"text-align: right;\"> 0.0214697</td><td style=\"text-align: right;\"> 0.00182727</td><td style=\"text-align: right;\">                        1</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3</i></td><td>VTS        </td><td>2013-01-01 11:15:00.000000000</td><td>2013-01-01 11:27:00.000000000</td><td style=\"text-align: right;\">                4</td><td style=\"text-align: right;\">           2.79</td><td style=\"text-align: right;\">          -73.9769</td><td style=\"text-align: right;\">          40.7542</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9913</td><td style=\"text-align: right;\">           40.7504</td><td>CSH           </td><td style=\"text-align: right;\">         11.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">          12  </td><td style=\"text-align: right;\">                 12</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.999748</td><td style=\"text-align: right;\">        -104.629 </td><td style=\"text-align: right;\"> 0.00370112</td><td style=\"text-align: right;\">-0.000105041</td><td style=\"text-align: right;\">-0.0089249</td><td style=\"text-align: right;\"> 0.0100284 </td><td style=\"text-align: right;\">                        1</td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>4</i></td><td>VTS        </td><td>2013-01-01 11:26:00.000000000</td><td>2013-01-01 11:30:00.000000000</td><td style=\"text-align: right;\">                3</td><td style=\"text-align: right;\">           0.86</td><td style=\"text-align: right;\">          -73.9534</td><td style=\"text-align: right;\">          40.7796</td><td style=\"text-align: right;\">          1</td><td style=\"text-align: right;\">                 nan</td><td style=\"text-align: right;\">           -73.9563</td><td style=\"text-align: right;\">           40.7724</td><td>CSH           </td><td style=\"text-align: right;\">          5.5</td><td style=\"text-align: right;\">          0</td><td style=\"text-align: right;\">      0.5</td><td style=\"text-align: right;\">         0  </td><td style=\"text-align: right;\">             0</td><td style=\"text-align: right;\">           6  </td><td style=\"text-align: right;\">                  4</td><td style=\"text-align: right;\">       11</td><td style=\"text-align: right;\">               1</td><td style=\"text-align: right;\">              0</td><td style=\"text-align: right;\">            0.245737</td><td style=\"text-align: right;\">        -157.837 </td><td style=\"text-align: right;\"> 0.0383194 </td><td style=\"text-align: right;\"> 0.000825551</td><td style=\"text-align: right;\"> 0.0295195</td><td style=\"text-align: right;\">-0.00512802</td><td style=\"text-align: right;\">                        1</td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "  #  vendor_id    pickup_datetime                dropoff_datetime                 passenger_count    trip_distance    pickup_longitude    pickup_latitude    rate_code    store_and_fwd_flag    dropoff_longitude    dropoff_latitude  payment_type      fare_amount    surcharge    mta_tax    tip_amount    tolls_amount    total_amount    trip_duration_min    pu_hour    pu_day_of_week    pu_is_weekend    arc_distance_miles    direction_angle        PCA_0         PCA_1       PCA_2        PCA_3    label_encoded_vendor_id\n",
       "  0  VTS          2013-01-01 12:26:00.000000000  2013-01-01 12:37:00.000000000                  1             2.49            -73.9717            40.7463            1                   nan             -73.9785             40.7764  CRD                      10.5            0        0.5           2.1               0            13.1                   11         12                 1                0              0.742002           -12.7022   0.00168645  -0.00933723    0.0196324   0.0151142                           1\n",
       "  1  VTS          2013-01-01 12:31:00.000000000  2013-01-01 12:36:00.000000000                  1             0.92            -73.9809            40.7643            1                   nan             -73.9683             40.7625  CSH                       5.5            0        0.5           0                 0             6                      5         12                 1                0              0.869533            98.1237   0.00821217   0.00983361    0.0145178  -0.00132677                          1\n",
       "  2  VTS          2013-01-01 11:39:00.000000000  2013-01-01 11:44:00.000000000                  1             1.88            -73.9834            40.747             1                   nan             -73.9667             40.77    CSH                       7.5            0        0.5           0                 0             8                      5         11                 1                0              1.23482             36.022   -0.00595342  -0.000428052   0.0214697   0.00182727                          1\n",
       "  3  VTS          2013-01-01 11:15:00.000000000  2013-01-01 11:27:00.000000000                  4             2.79            -73.9769            40.7542            1                   nan             -73.9913             40.7504  CSH                      11.5            0        0.5           0                 0            12                     12         11                 1                0              0.999748          -104.629    0.00370112  -0.000105041  -0.0089249   0.0100284                           1\n",
       "  4  VTS          2013-01-01 11:26:00.000000000  2013-01-01 11:30:00.000000000                  3             0.86            -73.9534            40.7796            1                   nan             -73.9563             40.7724  CSH                       5.5            0        0.5           0                 0             6                      4         11                 1                0              0.245737          -157.837    0.0383194    0.000825551   0.0295195  -0.00512802                          1"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# view the training set \n",
    "train.head(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Setting up the predictor"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:29.815885Z",
     "start_time": "2019-05-13T09:45:29.813255Z"
    }
   },
   "outputs": [],
   "source": [
    "# training features\n",
    "features = ['passenger_count', 'trip_distance', 'rate_code', 'pu_hour', 'pu_day_of_week', 'pu_is_weekend', \n",
    "            'arc_distance_miles', 'direction_angle', 'PCA_0', 'PCA_1', 'PCA_2', 'PCA_3', 'label_encoded_vendor_id']\n",
    "\n",
    "# target to predict\n",
    "target = 'trip_duration_min'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:45:54.207310Z",
     "start_time": "2019-05-13T09:45:29.817819Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/jovan/miniconda3/lib/python3.7/site-packages/lightgbm/__init__.py:46: UserWarning: Starting from version 2.2.1, the library file in distribution wheels for macOS is built by the Apple Clang (Xcode_8.3.1) compiler.\n",
      "This means that in case of installing LightGBM from PyPI via the ``pip install lightgbm`` command, you don't need to install the gcc compiler anymore.\n",
      "Instead of that, you need to install the OpenMP library, which is required for running LightGBM on the system with the Apple Clang compiler.\n",
      "You can install the OpenMP library by the following command: ``brew install libomp``.\n",
      "  \"You can install the OpenMP library by the following command: ``brew install libomp``.\", UserWarning)\n",
      "<string>:1: RuntimeWarning: invalid value encountered in greater\n",
      "<string>:1: RuntimeWarning: invalid value encountered in less\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training completed!\n"
     ]
    }
   ],
   "source": [
    "# Use lightgbm (vaex.ml also supports xgboost, catboost, scikit-learn, annoy)\n",
    "import vaex.ml.lightgbm\n",
    "\n",
    "params = {\n",
    "    'learning_rate': 0.1,       \n",
    "    'max_depth': 7,             \n",
    "    'colsample_bytree': 0.5,    \n",
    "    'subsample': 0.8,           \n",
    "    'reg_lambda': 1,            \n",
    "    'reg_alpha': 0,             \n",
    "    'min_child_weight': 1,      \n",
    "    'objective': 'regression',  \n",
    "    'random_state': 42,         \n",
    "    'n_jobs': -1} \n",
    "\n",
    "# Instantiate the model object\n",
    "booster = vaex.ml.lightgbm.LightGBMModel(features=features, params=params, num_boost_round=100)\n",
    "# Fit the model object\n",
    "booster.fit(train, target=target)\n",
    "\n",
    "print('Training completed!')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-07T17:13:25.196090Z",
     "start_time": "2019-05-07T17:13:12.631408Z"
    }
   },
   "source": [
    "### Evaluate on the training set"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:46:07.677180Z",
     "start_time": "2019-05-13T09:45:54.209588Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([13.28838425,  7.05198929,  9.34838095, ..., 12.1328571 ,\n",
       "        7.55282688,  8.16310128])"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead>\n",
       "<tr><th>#                                    </th><th>vendor_id  </th><th>pickup_datetime              </th><th>dropoff_datetime             </th><th>passenger_count  </th><th>trip_distance  </th><th>pickup_longitude  </th><th>pickup_latitude  </th><th>rate_code  </th><th>store_and_fwd_flag  </th><th>dropoff_longitude  </th><th>dropoff_latitude  </th><th>payment_type  </th><th>fare_amount  </th><th>surcharge  </th><th>mta_tax  </th><th>tip_amount  </th><th>tolls_amount  </th><th>total_amount  </th><th>trip_duration_min  </th><th>pu_hour  </th><th>pu_day_of_week  </th><th>pu_is_weekend  </th><th>arc_distance_miles  </th><th>direction_angle    </th><th>PCA_0                </th><th>PCA_1                  </th><th>PCA_2                 </th><th>PCA_3                 </th><th>label_encoded_vendor_id  </th><th>lightgbm_prediction  </th></tr>\n",
       "</thead>\n",
       "<tbody>\n",
       "<tr><td><i style='opacity: 0.6'>0</i>        </td><td>VTS        </td><td>2013-01-01 12:26:00.000000000</td><td>2013-01-01 12:37:00.000000000</td><td>1                </td><td>2.49           </td><td>-73.97171799999998</td><td>40.746267        </td><td>1.0        </td><td>nan                 </td><td>-73.97851          </td><td>40.7764           </td><td>CRD           </td><td>10.5         </td><td>0.0        </td><td>0.5      </td><td>2.1         </td><td>0.0           </td><td>13.1          </td><td>11.0               </td><td>12       </td><td>1               </td><td>0              </td><td>0.7420023267151935  </td><td>-12.702235048461684</td><td>0.001686452852996084 </td><td>-0.009337225280007855  </td><td>0.019632426208150762  </td><td>0.015114156362343431  </td><td>1                        </td><td>13.288384251659597   </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>1</i>        </td><td>VTS        </td><td>2013-01-01 12:31:00.000000000</td><td>2013-01-01 12:36:00.000000000</td><td>1                </td><td>0.92           </td><td>-73.98088         </td><td>40.764327        </td><td>1.0        </td><td>nan                 </td><td>-73.968305         </td><td>40.762532         </td><td>CSH           </td><td>5.5          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>6.0           </td><td>5.0                </td><td>12       </td><td>1               </td><td>0              </td><td>0.8695325815244243  </td><td>98.12372339855443  </td><td>0.008212170794639687 </td><td>0.00983360801816614    </td><td>0.014517806041024133  </td><td>-0.0013267715173738539</td><td>1                        </td><td>7.051989287037478    </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>2</i>        </td><td>VTS        </td><td>2013-01-01 11:39:00.000000000</td><td>2013-01-01 11:44:00.000000000</td><td>1                </td><td>1.88           </td><td>-73.98343         </td><td>40.747022        </td><td>1.0        </td><td>nan                 </td><td>-73.966722         </td><td>40.77             </td><td>CSH           </td><td>7.5          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>8.0           </td><td>5.0                </td><td>11       </td><td>1               </td><td>0              </td><td>1.234820837876867   </td><td>36.02203557291624  </td><td>-0.005953416315164516</td><td>-0.00042805202466113376</td><td>0.021469707457457958  </td><td>0.0018272702858079092 </td><td>1                        </td><td>9.34838094701289     </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3</i>        </td><td>VTS        </td><td>2013-01-01 11:15:00.000000000</td><td>2013-01-01 11:27:00.000000000</td><td>4                </td><td>2.79           </td><td>-73.976918        </td><td>40.754157        </td><td>1.0        </td><td>nan                 </td><td>-73.99134999999998 </td><td>40.75039          </td><td>CSH           </td><td>11.5         </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>12.0          </td><td>12.0               </td><td>11       </td><td>1               </td><td>0              </td><td>0.9997483980055442  </td><td>-104.62879272563167</td><td>0.0037011180059170895</td><td>-0.00010504112230633146</td><td>-0.008924897612591435 </td><td>0.010028396222816583  </td><td>1                        </td><td>13.941531908367839   </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>4</i>        </td><td>VTS        </td><td>2013-01-01 11:26:00.000000000</td><td>2013-01-01 11:30:00.000000000</td><td>3                </td><td>0.86           </td><td>-73.953405        </td><td>40.779582        </td><td>1.0        </td><td>nan                 </td><td>-73.956348         </td><td>40.772357         </td><td>CSH           </td><td>5.5          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>6.0           </td><td>4.0                </td><td>11       </td><td>1               </td><td>0              </td><td>0.24573666063889416 </td><td>-157.83718087812204</td><td>0.038319404982068414 </td><td>0.000825550537057386   </td><td>0.029519505025092475  </td><td>-0.005128021521159133 </td><td>1                        </td><td>4.223363718609499    </td></tr>\n",
       "<tr><td>...                                  </td><td>...        </td><td>...                          </td><td>...                          </td><td>...              </td><td>...            </td><td>...               </td><td>...              </td><td>...        </td><td>...                 </td><td>...                </td><td>...               </td><td>...           </td><td>...          </td><td>...        </td><td>...      </td><td>...         </td><td>...           </td><td>...           </td><td>...                </td><td>...      </td><td>...             </td><td>...            </td><td>...                 </td><td>...                </td><td>...                  </td><td>...                    </td><td>...                   </td><td>...                   </td><td>...                      </td><td>...                  </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3,449,900</i></td><td>VTS        </td><td>2013-01-18 07:36:00.000000000</td><td>2013-01-18 07:42:00.000000000</td><td>3                </td><td>1.5            </td><td>-73.943662        </td><td>40.629132        </td><td>1.0        </td><td>nan                 </td><td>-73.926017         </td><td>40.637185         </td><td>CSH           </td><td>7.5          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>8.0           </td><td>6.0                </td><td>7        </td><td>4               </td><td>0              </td><td>1.2288502300774     </td><td>65.46852229283341  </td><td>-0.0625471606741958  </td><td>-0.11122829581241128   </td><td>-0.061332732678210974 </td><td>-0.10970961669594079  </td><td>1                        </td><td>7.310093638190201    </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3,449,901</i></td><td>VTS        </td><td>2013-01-18 07:39:00.000000000</td><td>2013-01-18 07:43:00.000000000</td><td>1                </td><td>1.06           </td><td>-73.97114         </td><td>40.79306         </td><td>1.0        </td><td>nan                 </td><td>-73.96255499999998 </td><td>40.804802         </td><td>CSH           </td><td>5.0          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>5.5           </td><td>4.0                </td><td>7        </td><td>4               </td><td>0              </td><td>0.6340853925233276  </td><td>36.17188533587007  </td><td>0.035578180249919114 </td><td>0.022931486300283892   </td><td>0.051963013339813895  </td><td>0.01911025004524791   </td><td>1                        </td><td>3.5083860232118713   </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3,449,902</i></td><td>VTS        </td><td>2013-01-18 07:33:00.000000000</td><td>2013-01-18 07:44:00.000000000</td><td>1                </td><td>2.97           </td><td>-74.008342        </td><td>40.72158         </td><td>1.0        </td><td>nan                 </td><td>-73.98457          </td><td>40.754392         </td><td>CRD           </td><td>11.0         </td><td>0.0        </td><td>0.5      </td><td>1.5         </td><td>0.0           </td><td>13.0          </td><td>11.0               </td><td>7        </td><td>4               </td><td>0              </td><td>1.7574107275505844  </td><td>35.922992938811426 </td><td>-0.0415609949569299  </td><td>-0.00036930451045272955</td><td>-0.0016818693226994317</td><td>0.006942469264588013  </td><td>1                        </td><td>12.132857104838575   </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3,449,903</i></td><td>VTS        </td><td>2013-01-18 07:35:00.000000000</td><td>2013-01-18 07:43:00.000000000</td><td>4                </td><td>1.49           </td><td>-73.98299199999998</td><td>40.75916         </td><td>1.0        </td><td>nan                 </td><td>-73.994737         </td><td>40.76052          </td><td>CSH           </td><td>7.0          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>7.5           </td><td>8.0                </td><td>7        </td><td>4               </td><td>0              </td><td>0.811923938222037   </td><td>-83.39491114691047 </td><td>0.0030392221879938157</td><td>0.007736220187332655   </td><td>-0.002776880302890316 </td><td>0.018762842522363446  </td><td>1                        </td><td>7.552826880360384    </td></tr>\n",
       "<tr><td><i style='opacity: 0.6'>3,449,904</i></td><td>VTS        </td><td>2013-01-18 07:37:00.000000000</td><td>2013-01-18 07:45:00.000000000</td><td>1                </td><td>1.38           </td><td>-73.994122        </td><td>40.751832        </td><td>1.0        </td><td>nan                 </td><td>-73.975442         </td><td>40.756408         </td><td>CSH           </td><td>7.5          </td><td>0.0        </td><td>0.5      </td><td>0.0         </td><td>0.0           </td><td>8.0           </td><td>8.0                </td><td>7        </td><td>4               </td><td>0              </td><td>1.2936220456183738  </td><td>76.23543545207227  </td><td>-0.009978856894315305</td><td>0.010583341717451804   </td><td>0.005354458542439533  </td><td>0.000788224373918438  </td><td>1                        </td><td>8.16310127531573     </td></tr>\n",
       "</tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "#          vendor_id    pickup_datetime                dropoff_datetime               passenger_count    trip_distance    pickup_longitude    pickup_latitude    rate_code    store_and_fwd_flag    dropoff_longitude    dropoff_latitude    payment_type    fare_amount    surcharge    mta_tax    tip_amount    tolls_amount    total_amount    trip_duration_min    pu_hour    pu_day_of_week    pu_is_weekend    arc_distance_miles    direction_angle      PCA_0                  PCA_1                    PCA_2                   PCA_3                   label_encoded_vendor_id    lightgbm_prediction\n",
       "0          VTS          2013-01-01 12:26:00.000000000  2013-01-01 12:37:00.000000000  1                  2.49             -73.97171799999998  40.746267          1.0          nan                   -73.97851            40.7764             CRD             10.5           0.0          0.5        2.1           0.0             13.1            11.0                 12         1                 0                0.7420023267151935    -12.702235048461684  0.001686452852996084   -0.009337225280007855    0.019632426208150762    0.015114156362343431    1                          13.288384251659597\n",
       "1          VTS          2013-01-01 12:31:00.000000000  2013-01-01 12:36:00.000000000  1                  0.92             -73.98088           40.764327          1.0          nan                   -73.968305           40.762532           CSH             5.5            0.0          0.5        0.0           0.0             6.0             5.0                  12         1                 0                0.8695325815244243    98.12372339855443    0.008212170794639687   0.00983360801816614      0.014517806041024133    -0.0013267715173738539  1                          7.051989287037478\n",
       "2          VTS          2013-01-01 11:39:00.000000000  2013-01-01 11:44:00.000000000  1                  1.88             -73.98343           40.747022          1.0          nan                   -73.966722           40.77               CSH             7.5            0.0          0.5        0.0           0.0             8.0             5.0                  11         1                 0                1.234820837876867     36.02203557291624    -0.005953416315164516  -0.00042805202466113376  0.021469707457457958    0.0018272702858079092   1                          9.34838094701289\n",
       "3          VTS          2013-01-01 11:15:00.000000000  2013-01-01 11:27:00.000000000  4                  2.79             -73.976918          40.754157          1.0          nan                   -73.99134999999998   40.75039            CSH             11.5           0.0          0.5        0.0           0.0             12.0            12.0                 11         1                 0                0.9997483980055442    -104.62879272563167  0.0037011180059170895  -0.00010504112230633146  -0.008924897612591435   0.010028396222816583    1                          13.941531908367839\n",
       "4          VTS          2013-01-01 11:26:00.000000000  2013-01-01 11:30:00.000000000  3                  0.86             -73.953405          40.779582          1.0          nan                   -73.956348           40.772357           CSH             5.5            0.0          0.5        0.0           0.0             6.0             4.0                  11         1                 0                0.24573666063889416   -157.83718087812204  0.038319404982068414   0.000825550537057386     0.029519505025092475    -0.005128021521159133   1                          4.223363718609499\n",
       "...        ...          ...                            ...                            ...                ...              ...                 ...                ...          ...                   ...                  ...                 ...             ...            ...          ...        ...           ...             ...             ...                  ...        ...               ...              ...                   ...                  ...                    ...                      ...                     ...                     ...                        ...\n",
       "3,449,900  VTS          2013-01-18 07:36:00.000000000  2013-01-18 07:42:00.000000000  3                  1.5              -73.943662          40.629132          1.0          nan                   -73.926017           40.637185           CSH             7.5            0.0          0.5        0.0           0.0             8.0             6.0                  7          4                 0                1.2288502300774       65.46852229283341    -0.0625471606741958    -0.11122829581241128     -0.061332732678210974   -0.10970961669594079    1                          7.310093638190201\n",
       "3,449,901  VTS          2013-01-18 07:39:00.000000000  2013-01-18 07:43:00.000000000  1                  1.06             -73.97114           40.79306           1.0          nan                   -73.96255499999998   40.804802           CSH             5.0            0.0          0.5        0.0           0.0             5.5             4.0                  7          4                 0                0.6340853925233276    36.17188533587007    0.035578180249919114   0.022931486300283892     0.051963013339813895    0.01911025004524791     1                          3.5083860232118713\n",
       "3,449,902  VTS          2013-01-18 07:33:00.000000000  2013-01-18 07:44:00.000000000  1                  2.97             -74.008342          40.72158           1.0          nan                   -73.98457            40.754392           CRD             11.0           0.0          0.5        1.5           0.0             13.0            11.0                 7          4                 0                1.7574107275505844    35.922992938811426   -0.0415609949569299    -0.00036930451045272955  -0.0016818693226994317  0.006942469264588013    1                          12.132857104838575\n",
       "3,449,903  VTS          2013-01-18 07:35:00.000000000  2013-01-18 07:43:00.000000000  4                  1.49             -73.98299199999998  40.75916           1.0          nan                   -73.994737           40.76052            CSH             7.0            0.0          0.5        0.0           0.0             7.5             8.0                  7          4                 0                0.811923938222037     -83.39491114691047   0.0030392221879938157  0.007736220187332655     -0.002776880302890316   0.018762842522363446    1                          7.552826880360384\n",
       "3,449,904  VTS          2013-01-18 07:37:00.000000000  2013-01-18 07:45:00.000000000  1                  1.38             -73.994122          40.751832          1.0          nan                   -73.975442           40.756408           CSH             7.5            0.0          0.5        0.0           0.0             8.0             8.0                  7          4                 0                1.2936220456183738    76.23543545207227    -0.009978856894315305  0.010583341717451804     0.005354458542439533    0.000788224373918438    1                          8.16310127531573"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Classical predict - get an in-memory array of predictions\n",
    "pred = booster.predict(train)\n",
    "\n",
    "# view the predictions\n",
    "display(pred)\n",
    "\n",
    "# Create a virtual column housing the predictions\n",
    "train_pred  = booster.transform(train)\n",
    "\n",
    "# view the DataFrame\n",
    "train_pred"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:46:08.067343Z",
     "start_time": "2019-05-13T09:46:07.678841Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The mean absolute error is 2.246\n",
      "The mean squared score is 12.649\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<string>:1: RuntimeWarning: invalid value encountered in greater\n",
      "<string>:1: RuntimeWarning: invalid value encountered in less\n"
     ]
    }
   ],
   "source": [
    "# Check the performance\n",
    "from sklearn.metrics import mean_absolute_error, mean_squared_error\n",
    "\n",
    "mae_train_score = mean_absolute_error(train.trip_duration_min.values, pred)\n",
    "mse_train_score = mean_squared_error(train.trip_duration_min.values, pred)\n",
    "\n",
    "print('The mean absolute error is %2.3f' % mae_train_score)\n",
    "print('The mean squared score is %2.3f' % mse_train_score)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## The `vaex` state - all the pipeline you need!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-05-13T09:46:08.118003Z",
     "start_time": "2019-05-13T09:46:08.069059Z"
    }
   },
   "outputs": [],
   "source": [
    "# serialize all the expressions used so far: filters, transformers, models.\n",
    "train_pred.state_write('./data/vaex_model_pipeline.json')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### End of part 3"
   ]
  }
 ],
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